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|Title: ||Algebraic properties of linear cellular automata|
|Authors: ||Le Bruyn, L.|
VAN DEN BERGH, Michel
|Issue Date: ||1991|
|Citation: ||Linear algebra and its applications, 157. p. 217-234|
|Abstract: ||Cellular automata are systems evolving on lattices according to a local transition rule. In this paper we present an algebraic formalism for dealing with cellular automata whose local transition rule satisfies an additivity property. We discuss the phenomenon of self-replication and its connection with higher-order cellular automata and the state transition graph.|
|Type: ||Journal Contribution|
|Appears in Collections: ||Research publications|
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